Computing the Least Fixed Point of Positive Polynomial Systems

Bibliographic Details
Main Authors: Esparza, J, Kiefer, S, Luttenberger, M
Format: Journal article
Published: 2010
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author Esparza, J
Kiefer, S
Luttenberger, M
author_facet Esparza, J
Kiefer, S
Luttenberger, M
author_sort Esparza, J
collection OXFORD
description
first_indexed 2024-03-06T22:11:14Z
format Journal article
id oxford-uuid:51deed2e-04c9-43f2-b780-e5bc3bf2b579
institution University of Oxford
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publishDate 2010
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spelling oxford-uuid:51deed2e-04c9-43f2-b780-e5bc3bf2b5792022-03-26T16:22:16Z Computing the Least Fixed Point of Positive Polynomial SystemsJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:51deed2e-04c9-43f2-b780-e5bc3bf2b579Symplectic Elements at Oxford2010Esparza, JKiefer, SLuttenberger, M
spellingShingle Esparza, J
Kiefer, S
Luttenberger, M
Computing the Least Fixed Point of Positive Polynomial Systems
title Computing the Least Fixed Point of Positive Polynomial Systems
title_full Computing the Least Fixed Point of Positive Polynomial Systems
title_fullStr Computing the Least Fixed Point of Positive Polynomial Systems
title_full_unstemmed Computing the Least Fixed Point of Positive Polynomial Systems
title_short Computing the Least Fixed Point of Positive Polynomial Systems
title_sort computing the least fixed point of positive polynomial systems
work_keys_str_mv AT esparzaj computingtheleastfixedpointofpositivepolynomialsystems
AT kiefers computingtheleastfixedpointofpositivepolynomialsystems
AT luttenbergerm computingtheleastfixedpointofpositivepolynomialsystems